19 + Mcqs in Permutation n Combination Quiz Page 1 McqOptions

Explore topic-wise MCQs in Arithmetic.

A six letter word is to be formed by using at least two vowels in it. How many such words can be formed (not necessarily meaningful) if all the letters in word are different?

Using all the letters of the word LINEAR. How many different words can be formed that start and end with vowel?

Directions (Set of 2 Questions): Kindly study the following information carefully and answer the question that follows: Using all the letters of the word LINEAR. How many words start with a vowel but end with a consonant?

Five students are to be arranged on five chairs for a photograph. Three of these are girls and the rest are boys. Find out the number of ways in which all three girls do not occupy consecutive seats.

The number of ways in which 8 different books can be arranged on a shelf so that 3 particular books shall not be together:

In how many different ways can the letters of the word WINDOW be arranged in such a way that the vowels never come together?

There are 2 shirts, 3 jeans, 3 socks and 2 skirts. In how manys ways a shopkeeper can arrange these things so that all the socks come together and all the skirts come together?

In a language, there are six different words. A sentence can be formed by at least 2 words. If order of words is changed in a sentence, we get a different sentence. How many different sentences can be formed in this language?

In how many different ways can the letters of word RABBIT be arranged?

A team of 7 children is to be selected out of 7 girls and 5 boys such that it contains at least 5 girls. In how many different ways can the selection be made?

In how many different ways can the letters of word ‘POPULAR’ be arranged?

How many 3 - letter words with or without meaning, can be formed out of the letters of the word, 'LOGARITHMS', if repetition of letters is not allowed?

16 persons shake hands with one another in a party. How many shake hands took place?

A chess board has rows and columns marked A to H and 1-8. Aman has a knight and a rook which he has to place on the board such that the two pieces are not in same row or column, what is total number of ways he can place the two pieces?

8 members are to be selected from a group of 9 males and 7 females. In how many ways will the members with at most 3 females and at least 4 males be selected?

A boy is playing a Snake &amp; Ladder game; he is on 91 and has to get to 100 to complete the game. There is a snake on 93 and 96. In how many ways he can complete the game, if he doesn’t want to roll the dice more than three times.

Five people out of whom only two can drive are to be seated in a five seater car with two seats in front and three in the rear. The people who know driving don’t sit together. Only someone who knows driving can sit on the driver’s seat. Find the number of ways the five people can be seated.

In how many ways can the letters of the word ‘PARAGLIDING’ be arranged such that all the vowels occur together?

A boy is playing a Snake & Ladder game; he is on 91 and has to get to 100 to complete the game. There is a snake on 93 and 96. In how many ways he can complete the game, if he doesn’t want to roll the dice more than three times.